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20.833333333333%,24.9% {cursor:url(data:image/png;base64,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) 1 14, auto;}
25%,29.066666666667% {cursor:url(data:image/png;base64,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) 1 14, auto;}
29.166666666667%,33.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEpElEQVRoge2Zb2hVZRzHP7+ze69zO/7BFyYjfBFooiNkSQyL/nACrReyoBeBVGSMXrUoROnlGligCYkURIGUCkUvQogyd4uMSkxkiKRIxRIxN3LqPNuuc9u3F+fe6733nG33nDt1wr7wcM75Pc/z+32/z7/fw73GTCLrrwU2I60D1gILgTGgFziB2Y/AQTx3eKZC2ox4yfqtSO8D66tofRWzD4EuPDdXa+jaBGR9B3gXaSvgxOx9FrPNeO7JWigkFxCQP4D0Qg3xBzHbgOceS+og7qiV4qMpyI8CJ4Gvge+BS5O0W4h0mKy/MimJZDOQ9Z9F+iaiZhCzLuATPPdqRZ/1QCfS0xH9jmH2KJ47EZdKfAFZP4X0F7C83JOdBTbgueen6b8VaWeYib2G534cl06SJdRGJflgiTwxLXkAz92F2Tshu/R6Ai4JBEivhmxmb+C5/TG8dAGnK2zNZP1H4tKJJyDrA7RWWM8DX8Xy47ljmH0QUVNNHilD3Bl4AFhcYetOsvmA70IW6eG4TuIKWBqymJ2JGxQAz70AVF4pwv6nQSpRcLPS91pySc1wgE7gCvBpFe37MQOpWJZKzyWKnPXvBxpC/mPCAbYRrOstwM+AO2lrz/17UXC7LGIiuHUmwcaQxez3uE4coH7BggW0tbUBPAZ8yxQiljscL/1el7bTkio39tQIkuGbETWx70QOwJo1a9i/fz8dHR0wjYiXlqTaN2acE8vMchszzonOFZlOYLmkGPvJdmK2umwvwSk89/hkPaaCWltbJUm+76ujo0OAmGI5SWqW1FJRVkvKTBdsw9GhbXRfV7FkC09/SxLyZSdIY2MjO3bsqGYmoq4M9cBqScskhU4mSa6klf+MaXt5jYHZr8C+JAJC014QAbBnz56CiGcAvxjSbFBSP+Fz2wGagCZJOSCXtzVExcpjDHg5YTKMTmTVzISZXQAGpvBdT3C6LaSE/POLnH2ljVzYjuf+mYQ8RIzK0Rvw+LyqZ6JX0iiwrNqAXS3zD6w6N3rmpyvjK07ndPi3Jxt/SEq+gOImlqSDQ1L3SPGzqo0tqUHSyoiNHVUeyu+TWnkDk6zLnjEgB1591TMxDJyTVA8sIVjzDdxaoqP59j4wYDYzP4YUEJqBpsvSruvxZ+JuISSAy/eWiEgB95KISQUURfw3oe6+8VkrIlrAvxPij5vilxE1HR3RrrOj6r40+0SEE9n1CTiTg1MjcOkmTMDFjLF7WPSMiOxAcPzFuHbcVoQFDIzDsGCelZWLGWP3DdEzKrKDQdPZICIsoI6AdCZcLmaM3WPQMw7ZkaB5hIjP7yD/iESWyo962iBN8EzlS/EdnJJcNDQ0RG9vb+Hz3B3gfYtu2JIf8XQJ4XRgb0oZb8031qbhqfqgeX9/P+3t7Rw6dAjgM2B7yOdtRFhAHby9uC5YSnW3Rpw6474UNKeCKwaEyB8EXrlz1AOEBLQscmhxCH46McoL8GA6eEaQfxFIdKevFWV5oBr09fVp06ZNhRxwgNr+Z6gJKYBr165x5MiRqjvt3bt3Vox8AUpY7urIF5ACvgRWxez3BfAed3nk5zCHOcxhDnP4H6J9+1et3y7fAAAAAElFTkSuQmCC) 1 14, auto;}
33.333333333333%,37.4% {cursor:url(data:image/png;base64,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) 1 14, auto;}
37.5%,41.566666666667% {cursor:url(data:image/png;base64,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) 1 14, auto;}
41.666666666667%,45.733333333333% {cursor:url(data:image/png;base64,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) 1 14, auto;}
45.833333333333%,49.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAElklEQVRoge2ZXWgcVRTHf2ezu0YziUGKLUGLD6WWJkJoi4QoaBkt+hLyHvyE0ieXKuIHVqSNpIWGgCH4IIqiMaAISl78SIbU+kGxH4RQaywFQ23TJLRpPibZZLPZ48PuJtmd2WRnNiYp5A+X2Tn33nP+/zv33nNnVlhNWHY10IDqPqAaKAPiwABwDpEeoAPTmF6tkLIaTrZZ9mHgnSHYAgq6bPMxRD4EGjGNmUJjFyzgyPlo/fu3499mehXQ5VUA/Yg0YBoXCokfKKSzqj4UU/b77L4L1R4su6YQDr4FqOp24L5HSgN/ulTHgAvAd8BPwFAON2Wo/ohl7/TLw9cUUtUyYEf6/t3z0YZvJhIvzgEPBjh+ap6PMY2xjE6WXQscRfUpF5dnEHkM00h45eJXQBUQzjLPAJdFJL5sZ8t+HdWTTiZyCNP4yCsXz1NIVctxko+TD3kA02hG5JiL41e8cgF/a2CLi+1qXuQX0QhczLJVYdmPeiXjR8A9WfcxERlzbZkLphFH5AOXmlqvZDwJUNUwEMwyT3gNmsIPLgH2enXi9Qlkk4fk4vUO07gGZB8p7vfqpqBEthEQAI4Ct4FP8mjvtlCLfUW27AdwrqcRr24CwBtAOfAy8Atg5GosIjGcIsq8Bk3hGZcAZ706CQDFpaWl1NfXAzwOfM8yInDO23AqN+QPyw6i+qpLzRlPfkitgcrKStrb24lEIrCyiJsutu2q6rbAc+E9YHeWrQ/T+MODD2DJIi4pKaGpqWlFEak9P5ZlDgI7U9tsblg2dE++heoRR517XlgRGbtQviKAqy62YmC3qm5TVefuZtlPotoDHHfUifwOfOaVPLjs62kRAK2trWkRzwL2YjyZUNURnPt2AKgAKk79O1d++Mps498J9kUBcj+dMeAFPyfRdEAH8nkSInINGM3l+MQ/sZO981obVQ2jGkZcD75jiDyNaVzxQ95VwOlZTyIGyPGy0jun2Ys0GxcReQLTOOeZ9RI4BFyfByt1OMhTxCDQz5IpBlAdkks5Yo4icgyRvZhGXyHk09CamhpNo2NKtXlStTu6YFLbtjUSiSjJ7w05k52qFqtqharu+PX63IEDP0+d3WrZUSz7Bpb9KZb9PJbtL3N7EVBxy7+I9YBDALfuLBGuAu4kETkFLIi4mdDu4fkNK8JdwI2EcmlO+S2qFaej2twf0+6hjSfCmcgmE/DXDPRFYWgOEjAYFlqmld6oYo0mPxl6OHb8r3AKGJ2HaYW7JKMMhoWWWaU3plipt+CNIMIpoIgk6bCzDIaFljj0zoMVTTZ3EfHFGvJ3eUkPpkY9JBAieQ2mysJvCCw52kxNTTEwMJC+vbwGvBfpOi2pEQ8tIRxK2iuCwmt3C9Uh2J/KpyMjIxw8eJDOzk6Az4E315C/i4AieLu8KDmVihZHnCJhaxCqgmC6k+8AXlo76kk4BOy5N8CeAMk/KYTMAjwcSl5dyD8H+DrTF4qMPJAPhoeHta6uLp0DvmQdvy8FAcbHx+nq6sq7U1tb24YY+TTUZ1nXkU8jCHwN7PLY7yvgBOs88pvYxCY2sYlN/AeFp8I63s/D6AAAAABJRU5ErkJggg==) 1 14, auto;}
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}
div.testarea{
animation:rwdcur242814 1.2s linear infinite forwards;
}
